Monday, April 19th
Trig functions of any angle: using a point, quadrantal angles, and finding reference angles
HW pg 788 #23-43

Friday, April 16th
trig quiz
p 780 #25-35 Drawing angles in degrees and radians

Thursday, April 15th
classwork: p 781 #77-80, 83
check in and correct answers
Prepare for quiz tomorrow
review assignement: p 783 #8-18 (Quiz 1)

Wednesday, April 14th
Arc length and area
HW: pg 781 #60-68, 82

Tuesday, April 13th
Converting Measures: convert degrees to radians by multiplying by pi/180 and convert radians to degrees by multiplying 180/pi
p781 #44-59

Monday, April 12th
Intro to radians
pg 781 #36-43 (finding coterminal angles)

Monday - Friday, April 5-9th NCEA: No school, teachers at convention

Friday, April 2nd: No School, Good Friday

Thursday, April 1st
Trig Quiz: Solving right triangles

Wednesday, March 31st
Practice and review for quiz
Prepare for Mound, Hill or Mountain quiz

Tuesday, March 30th
Q and A on worksheet
What information must be known in order to solve?
HW: p 773 # 36 and 38

Monday, March 29th
Intro to Trig
HW: 13.1 C worksheet

Friday, March 26th
Quiz on solving for all zeros in polynomial functions

Thursday, March 25th
Q and A on homework
Review for quiz tomorrow

Wednesday, March 24th
Finding real AND imaginary numbers

Tuesday, March 23
Finding real zeros by using synthetic division and graphing

Monday, March 22
Review of synthetic division

March 15th - 19th
Spring Break

Monday March 8th - Friday March 11th
synthetic subsitution and division
long division

Friday, March 12th
Quiz: solving for solutions in polynomial functions (sum and difference of perfect cubes, factor by grouping)

Friday, March 5th
6.4 C practice worksheet

Thursday, March 4th (short periods:18 min, State Wrestling)
Solve 5 functions: linear, quadratic, cubic, quartic, and quintic
turn in at the end of class (work in pairs)
We've been factoring all week and talking about how to get the solutions--show me you can

Wednesday, March 3rd
Relate factoring quadratics to factoring quartics
Quartic functions have 4 solutions--can you find them all? You need to factor first

Tuesday, March 2nd
Cubes again, but the polynomials aren't perfect--now what?
Factor by grouping

Monday, March 1st
Sum and Difference of perfect cubes: intro and use the formula
How do you know if you have perfect cubes?
Numbers: if the cubed root of a number is an integer
Variables: if the exponent is divisible by 3

Friday, February 26th
QUIZ: 6.1 Using properites of Exponents and 6.3 Adding, Subtracting, and Multiplying Polynomials

Thursday, February 25th
Review for quiz

Wednesday, February 24th
End behavior of functions: +/- linear, +/- quadratic, +/- cubic, +/- quartic
Assigned pairs were given a + or - function that was linear/quadratic/cubic/quartic: each group was to write an equation and graph
All groups shared their equations and graphs (student white/graph boards were used)
End behavior was discussed for each
End behavior calisthenics

Friday, February 19th
6.1 practice quiz

Monday, February 1st
Examining the Discriminant: how many and what type of solutions will you get when D is positive? negative? or zero?
HW: p295 #10-15, 18-30 E3rd

Friday, January 29th
completing the square retake
intro/review of quadratic formula
HW: pg 295 #4-9

Thursday, January 28th
(shortened periods)
Completing the Square Quiz

Wednesday, January 27th (Late start)
Review for completing the square quiz

Tuesday, January 26th
go over homework
Discuss quadratics that have an a coefficient other than 1
HW: p287 #55, 58, 60

Monday, January 25th
page 287 #63-70

Friday, January 22nd
conjugates for imaginary binomials, counting with i
go over wksheet questions from the homework on Thursday

Thursday, January 21st
5.4 Practice B worksheet and Reteaching w/practice Example 4 and exercises

Wednesday, January 20th
Reviewed multistep solving for a binomial that is squared, and finished handout from Tuesday
Discussed adding, subtracting and multiplying imaginary numbers and binomials
Intro of conjugates
pg 278 #56-63

Tuesday, January 19th
Review of Real numbers and intro of Complex Numbers (5.4)
HW: pg 277-278 #17-55 (on handout)